A Polynomial Ring R[x] is commutative iff R is Commutative - Proof- Euclidean Domain - Lesson 14

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Here in this video i will explain a theorem which states that A Polynomial Ring R[x] is commutative iff R is Commutative , which comes under the topic Euclidean Domain.

everything is explained in Hindi

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Before this topic i did various other topics of Real Analysis:
My other Videos are as follows:

Metric Space

Countable and Uncountable Sets

Supremum & Infimum

Connectedness - Real Analysis

Compactness

Neighbourhoods and Limit Points- Real Analysis

Infinite Sequences - Real analysis

Indeterminate forms and l’hospital’s rule

Multiplication Tables- Shortcut tricks

Shortcut tricks to Solve linear equations

Quadratic Equations

Square and Cube Shortcuts

Number System

HCF And LCM

Multiplication Tricks

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[ashwiniubE]

Mam can you explain that Characteristic of R is same as characteristic of R[x]...😅

[payalpadhan]

if R is a community ring with unit element than prove that R[x] is also a commutative ring with unit element what is the proof of this